Sentence examples for otherwise undefined from inspiring English sources

Only an arbitrary mission — searching for the mother of an orphaned child, believing in a savior who descends from the sky — can give focus to a life otherwise undefined and random.

Two bodies not in contact are separated and a suitable third body in contact with both of them measures the distance between them, a concept that was otherwise undefined.

In the same way the disjunction $P\lor Q$, the nonexclusive $P$ OR $Q$, is represented by the projector $P+Q-PQ$ when $PQ=QP$, but is otherwise undefined.

In all analyses couples that became pregnant in spite of contraception or with otherwise undefined or missing TTP values (n= 537) were excluded.

Domain pairs with no PSI-BLAST results were assigned value 0 for all metrics (following the regular definitions of Sdev and Scov, and replacing the otherwise undefined Smod term), leading to a large number of families with low Sbalanced score.

Clearly reporting what the intervention is compared with is important and may sometimes have implications for the inclusion of studies in a review many reviews compare with "standard care," which is otherwise undefined; this should be properly addressed by authors.

Then, each "static" block b ^ i, j t in B ^ t will perform the background updating procedure (see Section 2.3) to obtain b ˜ i, j t in B t Otherwise, the "undefined" block b ^ i, j t − 1 in B ^ t − 1 will remain as the "undefined" block b ^ i, j t in B ^ t.

The primary itself is a new venture, open to any French citizen who pays at least one euro and signs a pledge supporting "the values of the left and of the Republic," otherwise left undefined.

In the model, P is true of the objects in U, false of the objects in V, and undefined otherwise.

If a tag is never selected for annotation, then following [1, 26], the corresponding precision (that otherwise would be undefined) is set to the tag prior to the training set, which equals the performance of a random classifier.

For x > 0 and q ≥ 0 with q ≠ 1, we define the q-exponential function as the inverse function of the q-logarithmic function by exp q ( x ) ≡ { 1 + ( 1 − q ) x } 1 / ( 1 − q ), if 1 + ( 1 − q ) x > 0, otherwise it is undefined.